{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# XXX(作业名称)\n",
    "\n",
    "---\n",
    "个人信息:  \n",
    "- 姓名: 王续龙\n",
    "- 年级: 202052320114\n",
    "- 专业: 智能科学与技术\n",
    "- 班级: 1班\n",
    "---\n",
    "\n",
    "- 诚信守则:  \n",
    "    - 我承诺该报告内容**为我个人书写非直接抄袭所得。**\n",
    "    - 我**可以解释答题思路并复现我的答案。**\n",
    "    - 如无法实现以上要求，**我愿意承担由此带来的后果。**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from numpy.random import randint    #使用random函数\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "np.random.seed(2021)\n",
    "x  =  randint(0,256,size=(100,100))   #设置像素值0到256之间，数量为100*100的\n",
    "\n",
    "\n",
    "plt.imshow(x,cmap='gray', vmin=0,)     #设置灰白的色彩模式\n",
    "plt.axis('off')          #关闭图像的数值标尺\n",
    " \n",
    "plt.savefig('out.png',bbox_inches='tight')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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